-
French word
sur means over or above, and
relates to the fact that the
image of the
domain of a
surjective function completely covers the
function's codomain...
- In mathematics, an
elementary function is a
function of a
single variable (typically real or complex) that is
defined as
taking sums, products,
roots and...
- In mathematics, an
injective function (also
known as injection, or one-to-one
function ) is a
function f that maps
distinct elements of its
domain to...
- mathematics, the Weierstr****
function,
named after its discoverer, Karl Weierstr****, is an
example of a real-valued
function that is
continuous everywhere...
- mathematics, the
trigonometric functions (also
called circular functions,
angle functions or
goniometric functions) are real
functions which relate an
angle of...
- Farkas:
Theta functions with
applications to
Riemann Surfaces,
Williams and Wilkins,
Baltimore MD 1974, ISBN 0-683-07196-3.
Charles Hermite:
Sur la résolution...
-
elliptic functions are
special kinds of
meromorphic functions, that
satisfy two
periodicity conditions. They are
named elliptic functions because they...
- In mathematics, a real-valued
function f on the
interval [a, b] is said to be
singular if it has the
following properties: f is
continuous on [a, b]. (**)...
- In mathematics, the
domain of a
function is the set of
inputs accepted by the
function. It is
sometimes denoted by dom ( f ) {\displaystyle \operatorname...
- The
functions of the
Pharaoh are the
various religious and
governmental activities performed by the king of
Egypt during Antiquity (between the years...
